For positive rational \(\alpha =p/q\) , where \(p,q\)  are positive coprimes, we
have obtained reduction formulas for \(\mathrm {F}_{p/q}\left( x\right) \)  and \(\mathrm {M}_{p/q}\left( x\right) \)  in Appendix . Also,
by applying MATHEMATICA program to sums of infinite series in (REF ), it is possible to obtain the Wright functions of the first
and second kinds for particular values of parameters \(\alpha \)  and \(\beta \) 
in an explicit form (Appendix ). The Laplace
transforms of these functions are expressed in terms of the Mittag-Leffler
functions, so they are omitted here [1]}, [2]}, [3]}.
